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IF BC CONG CD , THEN IN ORDER TO PROVE TRIANGLE ABC CONG TRIANGLE EDC BY HL, WHAT ADDITIONAL TWO SIDES MUST BE CONGUENT? a. SEG AB CONG SEG ED b. seg ac cong seg EC
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@matricked please help
whats the full form of `HL theorem` ?
Hypotenuse Leg
look at the diagram, you're already given that a Leg pair is congruent (\(BC \cong CD\))
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so you need the `hypotenuse pair` to be congruent for using HL theorem
what are the hypotenuses in both the triangles ?
AC AND CE
Excellent !
Thanks
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yw
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